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Nine Tiles, Eight Lines

brainteaser
You have nine tiles labeled with the whole numbers from 1 through 9. Place each tile exactly once in a three-by-three grid. The arrangement must be perfectly balanced: the three numbers in every horizontal row must have the same sum, and that identical sum must also appear in every vertical column and along both long diagonals. Assuming such an arrangement can be made, what is the common total shared by all eight lines?

Hints

Hint 1
Hint 2
Hint 3

Solution

Commit an attempt to unseal the proof. Write your answer — right or wrong, thinking it through is the point.

What total must every row, column, and diagonal have?

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